# Mahindra Ltd Question Paper 2013

Posted on :08-03-2016

Q1. Two trains from the points A and B moving in opposite direction , at the point they meet the second train travels 120 kms more than the first. The speeds are 50 kmph and 60 kmph respectively find the distance between A and B?

Q2. The volume and the radius of both cone and sphere are equal , then find the ratio of height of the cone to the diameter of the sphere?

Q3. The difference between the simple interest and compound interest for 2 years? A:B =2:3 and B:C=5:6 then find A:B:C

Q4. One pipe fills in 4 hrs and another in 5 hrs when they both work alternately how much time will be taken to fill the tank.

Q5. One monkey climbs a poll at the rate of 6 mts/min and fell down 3mts in the alternately. Length of the poll is 60 mts , how much time it will take to reach the top?

a. 31
b. 33
c. 37
d. 40

ANS: 37

Q6. LCM of 3 numbers is 120 which of the following number must not be their HCF

a. 8
b. 24
c. 12
d. 24 and 30

Q7. A number when multiplied by 7/18 instead of 7/8 and got the result 770 less than the actual result , find the original number?

Q8. An amount of 64 Rs has to become 125 in 3 years in compound interest, find the rate of interest?

Q9. The prime no., which is greater than 6 when divide by 6 will always gives the remainder

ANS: 1 or 5

Q10. A and B started a business with 1500 and 2500 and got a profit 800 rs. Half of the profit is shared equally the remaining is shared according to their investment. Find their profits.

Q11. Length of a rectangle is increased by 50% and breadth is decreased by 25%, what is the difference in the area?

Q12. A similar to the above problem find the time (rate of interest is given)

Q13. Two successive discounts of 20% and 15% is equal to a net discount of.

Q14. The length of the following rectangle is 4a and its breadth is 2a. Radius of the two circles is  a. Then find the ratio of total area of the rectangle to the area not covered by the two circles with in the rectangle

Q15. A cistern will be filled in 9 hrs, but because of an outlet it is filled in 10 hrs, if the cistern is filled, then how much time the outlet takes to empty the cistern.

Q16. Three circles with same radius r are drawn with centres as three vertices of a triangle. What is the sum of areas of the intersections of these circles with the triangle?

Q17. Find the average of reciprocals of x and y.

Q18. Avg age of X number of adults in a class is 30 yrs. If 12 new adults with avg age of 32 joined with them then the avg age increases by one. Find X?

Q19. In a right angled triangle ABC angle B = 90 , BM is the median to AC, then AB2 + BC2 (in terms of BM)

Q20. A sphere of radius 2 cms is dropped into a cylinder of radius 4 cms containing water upto certain level. The raise in the water level is (not sure)

Q21. A two digit number is 4 times to its sum of digits , when 9 is added to the number, the digits will get reversed. Then what is that number?

ANS: 12

Q22. Mr X position in a class is 13th from first and 17th from last, and 8th from the first and 13th from last in passed candidates list, then how many candidates failed in the exam.

Q23. A person starts with the speed of u/1 kmph and returns with the speed of u/2 kmph, what is his average speed?

Q24. In a school there are 1000 students in the year 1999. The number of students increased by 20% in the year 2000. And it is increased by 15% in the year 2001. But it is decreased by 18% in 2002. Then what is the strength in 2002?

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